C en eje X

Automático

c

c

Iteración 400

Iteraciones

Trazado

No pertenece 
al conjunto 
de Mandelbrot

A_{n+1}=(r²; \; 2α)+C

Transformación

Termina

A_n = (r; \; α)

A_0 =(0,0)

xC = false
b2 = Segment((-2.1, 0), (0.5, 0))
c2 = Point(b2)
anima = false
c0 = (0.28262979310784697, 0.5302038261742862)
cero = 0 (slider from -5 to 5, step 1)
D1: (-1.39956399126677, -7.85038493404E-4) + cero
D2: (-1.391537564758668, -0.008008822350696) + cero
D3: (-1.387524351504616, -0.010416750303127) + cero
D4: (-1.382708495599755, -0.012824678255558) + cero
D5: (-1.374682069091652, -0.011219392953937) + cero
D6: (-1.369063570535981, -0.005600894398266) + cero
D7: (-1.365151667548899, -0.010948026167412) + cero
D8: (-1.36454863024551, -0.019993585718242) + cero
D9: (-1.362739518335344, -0.023611809538573) + cero
D10: (-1.358518257211624, -0.032054331786014) + cero
D11: (-1.351884846874349, -0.039290779426677) + cero
D12: (-1.344045361930297, -0.04652722706734) + cero
D13: (-1.327763354738805, -0.056175823921558) + cero
D14: (-1.319923869794753, -0.057984935831724) + cero
D15: (-1.313290459457478, -0.058587973135113) + cero
D16: (-1.29519934035582, -0.056778861224947) + cero
D17: (-1.275299109343995, -0.047130264370729) + cero
D18: (-1.266856587096555, -0.035069518302957) + cero
D19: (-1.26022317675928, -0.023008772235185) + cero
D20: (-1.255398878332171, -0.018787511111464) + cero
D21: (-1.248765467994896, -0.017581436504687) + cero
D22: (-1.243941169567787, -0.022405734931796) + cero
D23: (-1.247559393388119, -0.031451294482625) + cero
D24: (-1.24695635608473, -0.0380847048199) + cero
D25: (-1.246353318781342, -0.045321152460563) + cero
D26: (-1.244544206871176, -0.053160637404615) + cero
D27: (-1.245750281477953, -0.059191010438501) + cero
D28: (-1.241529020354233, -0.065221383472387) + cero
D29: (-1.235498647320347, -0.076076054933382) + cero
D30: (-1.233689535410181, -0.087533763697766) + cero
D31: (-1.228865236983072, -0.100197547068927) + cero
D32: (-1.232483460803404, -0.106227920102813) + cero
D33: (-1.234292572713569, -0.113464367743476) + cero
D34: (-1.228865236983072, -0.115876516957031) + cero
D35: (-1.221628789342408, -0.115273479653642) + cero
D36: (-1.219216640128854, -0.120097778080751) + cero
D37: (-1.215598416308522, -0.125525113811249) + cero
D38: (-1.211980192488191, -0.132158524148523) + cero
D39: (-1.20775893136447, -0.138791934485798) + cero
D40: (-1.206552856757693, -0.143616232912907) + cero
D41: (-1.216201453611911, -0.161104314711177) + cero
D42: (-1.201728558330584, -0.156883053587456) + cero
D43: (-1.192079961476366, -0.1598982401044) + cero
D44: (-1.187858700352646, -0.16411950122812) + cero
D45: (-1.182431364622149, -0.171958986172172) + cero
D46: (-1.176400991588263, -0.182210620329778) + cero
D47: (-1.163134170913714, -0.184622769543333) + cero
D48: (-1.158912909789994, -0.192462254487385) + cero
D49: (-1.151912909789994, -0.198462254487385) + cero
D50: (-1.143836977205278, -0.204523000555157) + cero
D51: (-1.143836977205278, -0.214171597409375) + cero
D52: (-1.164340245520491, -0.236483977634753) + cero
D53: (-1.161928096306936, -0.249750798309303) + cero
D54: (-1.157103797879828, -0.258193320556743) + cero
D55: (-1.148058238328998, -0.262414581680464) + cero
D56: (-1.133585343047672, -0.264826730894018) + cero
D57: (-1.113082074732459, -0.247941686399137) + cero
D58: (-1.114891186642624, -0.232865753814422) + cero
D59: (-1.120921559676511, -0.222614119656815) + cero
D60: (-1.110669925518904, -0.219598933139872) + cero
D61: (-1.101021328664686, -0.228644492690701) + cero
D62: (-1.091975769113857, -0.232262716511033) + cero
D63: (-1.075693761922364, -0.238293089544919) + cero
D64: (-1.066648202371535, -0.241308276061862) + cero
D65: (-1.061823903944426, -0.247338649095748) + cero
D66: (-1.055190493607152, -0.253369022129634) + cero
D67: (-1.049160120573266, -0.244926499882194) + cero
D68: (-1.040114561022436, -0.24673561179236) + cero
D69: (-1.031069001471607, -0.244323462578805) + cero
D70: (-1.021420404617389, -0.248544723702526) + cero
D71: (-1.011771807763171, -0.249750798309303) + cero
D72: (-1.005138397425897, -0.251559910219469) + cero
D73: (-1.001520173605565, -0.279902663478733) + cero
D74: (-0.991871576751347, -0.277490514265179) + cero
D75: (-0.985238166414072, -0.26844495471435) + cero
D76: (-0.988253352931015, -0.255781171343189) + cero
D77: (-0.994283725964902, -0.251559910219469) + cero
D78: (-0.996695875178456, -0.245529537185582) + cero
D79: (-0.982222979897129, -0.245529537185582) + cero
D80: (-0.974986532256466, -0.248544723702526) + cero
D81: (-0.964131860795471, -0.247338649095748) + cero
D82: (-0.957498450458196, -0.24673561179236) + cero
D83: (-0.941819480570092, -0.243117387972028) + cero
D84: (-0.928552659895542, -0.23769005224153) + cero
D85: (-0.888149160568505, -0.218392858533095) + cero
D86: (-0.876691451804122, -0.216583746622929) + cero
D87: (-0.870058041466847, -0.213568560105986) + cero
D88: (-0.863424631129572, -0.209347298982266) + cero
D89: (-0.853776034275354, -0.20331692594838) + cero
D90: (-0.842921362814359, -0.19427136639755) + cero
D91: (-0.824227206409312, -0.177386321902669) + cero
D92: (-0.81638772146526, -0.167737725048452) + cero
D93: (-0.807342161914431, -0.159295202801011) + cero
D94: (-0.797693565060213, -0.14663141942985) + cero
D95: (-0.789854080116161, -0.135776747968855) + cero
D96: (-0.780808520565332, -0.12492207650786) + cero
D97: (-0.777190296745, -0.113464367743476) + cero
D98: (-0.769953849104337, -0.097785397855372) + cero
D99: (-0.764526513373839, -0.083915539877434) + cero
D100: (-0.759099177643342, -0.066427458079165) + cero
D101: (-0.749450580789124, -0.015169287291133) + cero
D102: (-0.742817170451849, -0.01637536189791) + cero
D103: -0.737204117464238 - 0.13245256885346 * ί + cero
D104: -0.737204117464238 + 0.13245256885346 * ί + cero
D105: (-0.724726051350191, 0.184436060130498) + cero
D106: (-0.719298715619693, 0.210969701479597) + cero
D107: (-0.70784100685531, 0.234488156311753) + cero
D108: (-0.699398484607869, 0.253785350020188) + cero
D109: (-0.690955962360428, 0.270670394515069) + cero
D110: (-0.700001521911258, 0.288158476313339) + cero
D111: (-0.69035292505704, 0.283937215189619) + cero
D112: (-0.681910402809599, 0.29237973743706) + cero
D113: (-0.68130736550621, 0.30504352080822) + cero
D114: (-0.674673955168936, 0.307455670021775) + cero
D115: (-0.666834470224884, 0.321928565303102) + cero
D116: (-0.660201059887609, 0.335195385977651) + cero
D117: (-0.653567649550334, 0.344843982831869) + cero
D118: (-0.644522089999505, 0.359919915416584) + cero
D119: (-0.638491716965619, 0.369568512270802) + cero
D120: (-0.617988448650406, 0.40514771317073) + cero
D121: (-0.640903866179173, 0.432887429126606) + cero
D122: (-0.593263919211473, 0.411781123508005) + cero
D123: (-0.57698191201998, 0.446757287104544) + cero
D124: (-0.55949383022171, 0.463642331599425) + cero
D125: (-0.539593599209886, 0.484145599914638) + cero
D126: (-0.490747577635408, 0.50947316665696) + cero
D127: (-0.539593599209886, 0.57882245654665) + cero
D128: (-0.531754114265834, 0.587868016097479) + cero
D129: (-0.475671645050693, 0.534197696095893) + cero
D130: (-0.356873296283136, 0.603546985985583) + cero
D131: (-0.351445960552638, 0.604150023288972) + cero
D132: (-0.320691058079819, 0.61801988126691) + cero
D133: (-0.292951342123942, 0.624653291604185) + cero
D134: (-0.254356954707071, 0.636111000368568) + cero
D135: (-0.223602052234252, 0.641538336099066) + cero
D136: (-0.130131270209016, 0.651186932953284) + cero
D137: (-0.216365604593588, 0.756115423742902) + cero
D138: (-0.197068410885153, 0.803152333407214) + cero
D139: (-0.171137806839442, 0.824258639025815) + cero
D140: (-0.128322158298851, 0.838128497003753) + cero
D141: (-0.112040151107358, 0.836922422396976) + cero
D142: (-0.070430577173544, 0.821243452508872) + cero
D143: (-0.040881749307501, 0.789282475429276) + cero
D144: (-0.031233152453284, 0.742848603068353) + cero
D145: (-0.096361181219254, 0.658423380593947) + cero
D146: (-0.064400204139657, 0.646362634526175) + cero
D147: (-0.043293898521056, 0.644553522616009) + cero
D148: (-0.016760257171957, 0.639126186885511) + cero
D149: (0.007361234963588, 0.633698851155014) + cero
D150: (0.039322212043184, 0.615607732053356) + cero
D151: (0.106862390022709, 0.599325724861863) + cero
D152: (0.124350471820979, 0.627065440817739) + cero
D153: (0.128571732944699, 0.59631053834492) + cero
D154: (0.165960045754794, 0.569776896995821) + cero
D155: (0.182242052946286, 0.556510076321272) + cero
D156: (0.212996955419106, 0.534197696095893) + cero
D157: (0.239530596768205, 0.519121763511178) + cero
D158: (0.269079424634247, 0.573395120816153) + cero
D159: (0.314910259691781, 0.558922225534826) + cero
D160: (0.323955819242611, 0.525152136545064) + cero
D161: (0.267270312724081, 0.493794196768856) + cero
D162: (0.272697648454578, 0.476909152273975) + cero
D163: (0.282949282612185, 0.463039294296037) + cero
D164: (0.291994842163014, 0.454596772048596) + cero
D165: (0.304658625534175, 0.434093503733383) + cero
D166: (0.322146707332445, 0.416002384631725) + cero
D167: (0.31551329699517, 0.40936897429445) + cero
D168: (0.320940632725668, 0.394293041709735) + cero
D169: (0.335413528006994, 0.380423183731797) + cero
D170: (0.343856050254435, 0.346653094742034) + cero
D171: (0.375213990030643, 0.358713840809807) + cero
D172: (0.400541556772965, 0.345447020135257) + cero
D173: (0.378229176547586, 0.312279968448884) + cero
D176: (0.3721988035137, 0.21820614912026) + cero
D175: (0.36797754238998, 0.2531823127168) + cero
D174: (0.22867592530721, 0.277303804852344) + cero
D177: (0.363756281266259, 0.145841672713627) + cero
D178: (0.351092497895098, 0.106041210689978) + cero
D179: (0.338428714523938, 0.079507569340879) + cero
D180: (0.320940632725668, 0.052370890688392) + cero
D181: (0.264255126207138, 0.010158279451189) + cero
marcas: D1:D181
b: {Polygon[marcas]}
c1 = Point(b)
C = If(anima, c1, If[xC, c2, c0])
E1: C
G1: E1^(2)
E2: G1 + C
G2: E2^(2)
E3: G2 + C
G3: E3^(2)
E4: G3 + C
G4: E4^(2)
E5: G4 + C
G5: E5^(2)
E6: G5 + C
G6: E6^(2)
E7: G6 + C
G7: E7^(2)
E8: G7 + C
G8: E8^(2)
E9: G8 + C
G9: E9^(2)
E10: G9 + C
G10: E10^(2)
I10: E10 / abs(E10) * abs(G10)
I9: E9 / abs(E9) * abs(G9)
I8: E8 / abs(E8) * abs(G8)
I7: E7 / abs(E7) * abs(G7)
I6: E6 / abs(E6) * abs(G6)
I5: E5 / abs(E5) * abs(G5)
I4: E4 / abs(E4) * abs(G4)
I3: E3 / abs(E3) * abs(G3)
I2: E2 / abs(E2) * abs(G2)
I1: E1 / abs(E1) * abs(G1)
C1 = 0
B1 = 0
B2: B1^(2) - C1^(2) + x(C)
C2: 2 * B1 * C1 + y(C)
C3: 2 * B2 * C2 + y(C)
B3: B2^(2) - C2^(2) + x(C)
C4: 2 * B3 * C3 + y(C)
B4: B3^(2) - C3^(2) + x(C)
C5: 2 * B4 * C4 + y(C)
B5: B4^(2) - C4^(2) + x(C)
C6: 2 * B5 * C5 + y(C)
B6: B5^(2) - C5^(2) + x(C)
C7: 2 * B6 * C6 + y(C)
B7: B6^(2) - C6^(2) + x(C)
C8: 2 * B7 * C7 + y(C)
B8: B7^(2) - C7^(2) + x(C)
C9: 2 * B8 * C8 + y(C)
B9: B8^(2) - C8^(2) + x(C)
C10: 2 * B9 * C9 + y(C)
B10: B9^(2) - C9^(2) + x(C)
C11: 2 * B10 * C10 + y(C)
B11: B10^(2) - C10^(2) + x(C)
C12: 2 * B11 * C11 + y(C)
B12: B11^(2) - C11^(2) + x(C)
C13: 2 * B12 * C12 + y(C)
B13: B12^(2) - C12^(2) + x(C)
C14: 2 * B13 * C13 + y(C)
B14: B13^(2) - C13^(2) + x(C)
C15: 2 * B14 * C14 + y(C)
B15: B14^(2) - C14^(2) + x(C)
C16: 2 * B15 * C15 + y(C)
B16: B15^(2) - C15^(2) + x(C)
C17: 2 * B16 * C16 + y(C)
B17: B16^(2) - C16^(2) + x(C)
C18: 2 * B17 * C17 + y(C)
B18: B17^(2) - C17^(2) + x(C)
C19: 2 * B18 * C18 + y(C)
B19: B18^(2) - C18^(2) + x(C)
C20: 2 * B19 * C19 + y(C)
B20: B19^(2) - C19^(2) + x(C)
C21: 2 * B20 * C20 + y(C)
B21: B20^(2) - C20^(2) + x(C)
C22: 2 * B21 * C21 + y(C)
B22: B21^(2) - C21^(2) + x(C)
C23: 2 * B22 * C22 + y(C)
B23: B22^(2) - C22^(2) + x(C)
C24: 2 * B23 * C23 + y(C)
B24: B23^(2) - C23^(2) + x(C)
C25: 2 * B24 * C24 + y(C)
B25: B24^(2) - C24^(2) + x(C)
C26: 2 * B25 * C25 + y(C)
B26: B25^(2) - C25^(2) + x(C)
C27: 2 * B26 * C26 + y(C)
B27: B26^(2) - C26^(2) + x(C)
C28: 2 * B27 * C27 + y(C)
B28: B27^(2) - C27^(2) + x(C)
C29: 2 * B28 * C28 + y(C)
B29: B28^(2) - C28^(2) + x(C)
C30: 2 * B29 * C29 + y(C)
B30: B29^(2) - C29^(2) + x(C)
C31: 2 * B30 * C30 + y(C)
B31: B30^(2) - C30^(2) + x(C)
C32: 2 * B31 * C31 + y(C)
B32: B31^(2) - C31^(2) + x(C)
C33: 2 * B32 * C32 + y(C)
B33: B32^(2) - C32^(2) + x(C)
C34: 2 * B33 * C33 + y(C)
B34: B33^(2) - C33^(2) + x(C)
C35: 2 * B34 * C34 + y(C)
B35: B34^(2) - C34^(2) + x(C)
C36: 2 * B35 * C35 + y(C)
B36: B35^(2) - C35^(2) + x(C)
C37: 2 * B36 * C36 + y(C)
B37: B36^(2) - C36^(2) + x(C)
C38: 2 * B37 * C37 + y(C)
B38: B37^(2) - C37^(2) + x(C)
C39: 2 * B38 * C38 + y(C)
B39: B38^(2) - C38^(2) + x(C)
C40: 2 * B39 * C39 + y(C)
B40: B39^(2) - C39^(2) + x(C)
C41: 2 * B40 * C40 + y(C)
B41: B40^(2) - C40^(2) + x(C)
C42: 2 * B41 * C41 + y(C)
B42: B41^(2) - C41^(2) + x(C)
C43: 2 * B42 * C42 + y(C)
B43: B42^(2) - C42^(2) + x(C)
C44: 2 * B43 * C43 + y(C)
B44: B43^(2) - C43^(2) + x(C)
C45: 2 * B44 * C44 + y(C)
B45: B44^(2) - C44^(2) + x(C)
C46: 2 * B45 * C45 + y(C)
B46: B45^(2) - C45^(2) + x(C)
C47: 2 * B46 * C46 + y(C)
B47: B46^(2) - C46^(2) + x(C)
C48: 2 * B47 * C47 + y(C)
B48: B47^(2) - C47^(2) + x(C)
C49: 2 * B48 * C48 + y(C)
B49: B48^(2) - C48^(2) + x(C)
C50: 2 * B49 * C49 + y(C)
B50: B49^(2) - C49^(2) + x(C)
C51: 2 * B50 * C50 + y(C)
B51: B50^(2) - C50^(2) + x(C)
C52: 2 * B51 * C51 + y(C)
B52: B51^(2) - C51^(2) + x(C)
C53: 2 * B52 * C52 + y(C)
B53: B52^(2) - C52^(2) + x(C)
C54: 2 * B53 * C53 + y(C)
B54: B53^(2) - C53^(2) + x(C)
C55: 2 * B54 * C54 + y(C)
B55: B54^(2) - C54^(2) + x(C)
C56: 2 * B55 * C55 + y(C)
B56: B55^(2) - C55^(2) + x(C)
C57: 2 * B56 * C56 + y(C)
B57: B56^(2) - C56^(2) + x(C)
C58: 2 * B57 * C57 + y(C)
B58: B57^(2) - C57^(2) + x(C)
C59: 2 * B58 * C58 + y(C)
B59: B58^(2) - C58^(2) + x(C)
C60: 2 * B59 * C59 + y(C)
B60: B59^(2) - C59^(2) + x(C)
C61: 2 * B60 * C60 + y(C)
B61: B60^(2) - C60^(2) + x(C)
C62: 2 * B61 * C61 + y(C)
B62: B61^(2) - C61^(2) + x(C)
C63: 2 * B62 * C62 + y(C)
B63: B62^(2) - C62^(2) + x(C)
C64: 2 * B63 * C63 + y(C)
B64: B63^(2) - C63^(2) + x(C)
C65: 2 * B64 * C64 + y(C)
B65: B64^(2) - C64^(2) + x(C)
C66: 2 * B65 * C65 + y(C)
B66: B65^(2) - C65^(2) + x(C)
C67: 2 * B66 * C66 + y(C)
B67: B66^(2) - C66^(2) + x(C)
C68: 2 * B67 * C67 + y(C)
B68: B67^(2) - C67^(2) + x(C)
C69: 2 * B68 * C68 + y(C)
B69: B68^(2) - C68^(2) + x(C)
C70: 2 * B69 * C69 + y(C)
B70: B69^(2) - C69^(2) + x(C)
C71: 2 * B70 * C70 + y(C)
B71: B70^(2) - C70^(2) + x(C)
C72: 2 * B71 * C71 + y(C)
B72: B71^(2) - C71^(2) + x(C)
C73: 2 * B72 * C72 + y(C)
B73: B72^(2) - C72^(2) + x(C)
C74: 2 * B73 * C73 + y(C)
B74: B73^(2) - C73^(2) + x(C)
C75: 2 * B74 * C74 + y(C)
B75: B74^(2) - C74^(2) + x(C)
C76: 2 * B75 * C75 + y(C)
B76: B75^(2) - C75^(2) + x(C)
C77: 2 * B76 * C76 + y(C)
B77: B76^(2) - C76^(2) + x(C)
C78: 2 * B77 * C77 + y(C)
B78: B77^(2) - C77^(2) + x(C)
C79: 2 * B78 * C78 + y(C)
B79: B78^(2) - C78^(2) + x(C)
C80: 2 * B79 * C79 + y(C)
B80: B79^(2) - C79^(2) + x(C)
C81: 2 * B80 * C80 + y(C)
B81: B80^(2) - C80^(2) + x(C)
C82: 2 * B81 * C81 + y(C)
B82: B81^(2) - C81^(2) + x(C)
C83: 2 * B82 * C82 + y(C)
B83: B82^(2) - C82^(2) + x(C)
C84: 2 * B83 * C83 + y(C)
B84: B83^(2) - C83^(2) + x(C)
C85: 2 * B84 * C84 + y(C)
B85: B84^(2) - C84^(2) + x(C)
C86: 2 * B85 * C85 + y(C)
B86: B85^(2) - C85^(2) + x(C)
C87: 2 * B86 * C86 + y(C)
B87: B86^(2) - C86^(2) + x(C)
C88: 2 * B87 * C87 + y(C)
B88: B87^(2) - C87^(2) + x(C)
C89: 2 * B88 * C88 + y(C)
B89: B88^(2) - C88^(2) + x(C)
C90: 2 * B89 * C89 + y(C)
B90: B89^(2) - C89^(2) + x(C)
C91: 2 * B90 * C90 + y(C)
B91: B90^(2) - C90^(2) + x(C)
C92: 2 * B91 * C91 + y(C)
B92: B91^(2) - C91^(2) + x(C)
C93: 2 * B92 * C92 + y(C)
B93: B92^(2) - C92^(2) + x(C)
C94: 2 * B93 * C93 + y(C)
B94: B93^(2) - C93^(2) + x(C)
C95: 2 * B94 * C94 + y(C)
B95: B94^(2) - C94^(2) + x(C)
C96: 2 * B95 * C95 + y(C)
B96: B95^(2) - C95^(2) + x(C)
C97: 2 * B96 * C96 + y(C)
B97: B96^(2) - C96^(2) + x(C)
C98: 2 * B97 * C97 + y(C)
B98: B97^(2) - C97^(2) + x(C)
C99: 2 * B98 * C98 + y(C)
B99: B98^(2) - C98^(2) + x(C)
C100: 2 * B99 * C99 + y(C)
B100: B99^(2) - C99^(2) + x(C)
C101: 2 * B100 * C100 + y(C)
B101: B100^(2) - C100^(2) + x(C)
C102: 2 * B101 * C101 + y(C)
B102: B101^(2) - C101^(2) + x(C)
C103: 2 * B102 * C102 + y(C)
B103: B102^(2) - C102^(2) + x(C)
C104: 2 * B103 * C103 + y(C)
B104: B103^(2) - C103^(2) + x(C)
C105: 2 * B104 * C104 + y(C)
B105: B104^(2) - C104^(2) + x(C)
C106: 2 * B105 * C105 + y(C)
B106: B105^(2) - C105^(2) + x(C)
C107: 2 * B106 * C106 + y(C)
B107: B106^(2) - C106^(2) + x(C)
C108: 2 * B107 * C107 + y(C)
B108: B107^(2) - C107^(2) + x(C)
C109: 2 * B108 * C108 + y(C)
B109: B108^(2) - C108^(2) + x(C)
C110: 2 * B109 * C109 + y(C)
B110: B109^(2) - C109^(2) + x(C)
C111: 2 * B110 * C110 + y(C)
B111: B110^(2) - C110^(2) + x(C)
C112: 2 * B111 * C111 + y(C)
B112: B111^(2) - C111^(2) + x(C)
C113: 2 * B112 * C112 + y(C)
B113: B112^(2) - C112^(2) + x(C)
C114: 2 * B113 * C113 + y(C)
B114: B113^(2) - C113^(2) + x(C)
C115: 2 * B114 * C114 + y(C)
B115: B114^(2) - C114^(2) + x(C)
C116: 2 * B115 * C115 + y(C)
B116: B115^(2) - C115^(2) + x(C)
C117: 2 * B116 * C116 + y(C)
B117: B116^(2) - C116^(2) + x(C)
C118: 2 * B117 * C117 + y(C)
B118: B117^(2) - C117^(2) + x(C)
C119: 2 * B118 * C118 + y(C)
B119: B118^(2) - C118^(2) + x(C)
C120: 2 * B119 * C119 + y(C)
B120: B119^(2) - C119^(2) + x(C)
C121: 2 * B120 * C120 + y(C)
B121: B120^(2) - C120^(2) + x(C)
C122: 2 * B121 * C121 + y(C)
B122: B121^(2) - C121^(2) + x(C)
C123: 2 * B122 * C122 + y(C)
B123: B122^(2) - C122^(2) + x(C)
C124: 2 * B123 * C123 + y(C)
B124: B123^(2) - C123^(2) + x(C)
C125: 2 * B124 * C124 + y(C)
B125: B124^(2) - C124^(2) + x(C)
C126: 2 * B125 * C125 + y(C)
B126: B125^(2) - C125^(2) + x(C)
C127: 2 * B126 * C126 + y(C)
B127: B126^(2) - C126^(2) + x(C)
C128: 2 * B127 * C127 + y(C)
B128: B127^(2) - C127^(2) + x(C)
C129: 2 * B128 * C128 + y(C)
B129: B128^(2) - C128^(2) + x(C)
C130: 2 * B129 * C129 + y(C)
B130: B129^(2) - C129^(2) + x(C)
C131: 2 * B130 * C130 + y(C)
B131: B130^(2) - C130^(2) + x(C)
C132: 2 * B131 * C131 + y(C)
B132: B131^(2) - C131^(2) + x(C)
C133: 2 * B132 * C132 + y(C)
B133: B132^(2) - C132^(2) + x(C)
C134: 2 * B133 * C133 + y(C)
B134: B133^(2) - C133^(2) + x(C)
C135: 2 * B134 * C134 + y(C)
B135: B134^(2) - C134^(2) + x(C)
C136: 2 * B135 * C135 + y(C)
B136: B135^(2) - C135^(2) + x(C)
C137: 2 * B136 * C136 + y(C)
B137: B136^(2) - C136^(2) + x(C)
C138: 2 * B137 * C137 + y(C)
B138: B137^(2) - C137^(2) + x(C)
C139: 2 * B138 * C138 + y(C)
B139: B138^(2) - C138^(2) + x(C)
C140: 2 * B139 * C139 + y(C)
B140: B139^(2) - C139^(2) + x(C)
C141: 2 * B140 * C140 + y(C)
B141: B140^(2) - C140^(2) + x(C)
C142: 2 * B141 * C141 + y(C)
B142: B141^(2) - C141^(2) + x(C)
C143: 2 * B142 * C142 + y(C)
B143: B142^(2) - C142^(2) + x(C)
C144: 2 * B143 * C143 + y(C)
B144: B143^(2) - C143^(2) + x(C)
C145: 2 * B144 * C144 + y(C)
B145: B144^(2) - C144^(2) + x(C)
C146: 2 * B145 * C145 + y(C)
B146: B145^(2) - C145^(2) + x(C)
C147: 2 * B146 * C146 + y(C)
B147: B146^(2) - C146^(2) + x(C)
C148: 2 * B147 * C147 + y(C)
B148: B147^(2) - C147^(2) + x(C)
C149: 2 * B148 * C148 + y(C)
B149: B148^(2) - C148^(2) + x(C)
C150: 2 * B149 * C149 + y(C)
B150: B149^(2) - C149^(2) + x(C)
C151: 2 * B150 * C150 + y(C)
B151: B150^(2) - C150^(2) + x(C)
C152: 2 * B151 * C151 + y(C)
B152: B151^(2) - C151^(2) + x(C)
C153: 2 * B152 * C152 + y(C)
B153: B152^(2) - C152^(2) + x(C)
C154: 2 * B153 * C153 + y(C)
B154: B153^(2) - C153^(2) + x(C)
C155: 2 * B154 * C154 + y(C)
B155: B154^(2) - C154^(2) + x(C)
C156: 2 * B155 * C155 + y(C)
B156: B155^(2) - C155^(2) + x(C)
C157: 2 * B156 * C156 + y(C)
B157: B156^(2) - C156^(2) + x(C)
C158: 2 * B157 * C157 + y(C)
B158: B157^(2) - C157^(2) + x(C)
C159: 2 * B158 * C158 + y(C)
B159: B158^(2) - C158^(2) + x(C)
C160: 2 * B159 * C159 + y(C)
B160: B159^(2) - C159^(2) + x(C)
C161: 2 * B160 * C160 + y(C)
B161: B160^(2) - C160^(2) + x(C)
C162: 2 * B161 * C161 + y(C)
B162: B161^(2) - C161^(2) + x(C)
C163: 2 * B162 * C162 + y(C)
B163: B162^(2) - C162^(2) + x(C)
C164: 2 * B163 * C163 + y(C)
B164: B163^(2) - C163^(2) + x(C)
C165: 2 * B164 * C164 + y(C)
B165: B164^(2) - C164^(2) + x(C)
C166: 2 * B165 * C165 + y(C)
B166: B165^(2) - C165^(2) + x(C)
C167: 2 * B166 * C166 + y(C)
B167: B166^(2) - C166^(2) + x(C)
C168: 2 * B167 * C167 + y(C)
B168: B167^(2) - C167^(2) + x(C)
C169: 2 * B168 * C168 + y(C)
B169: B168^(2) - C168^(2) + x(C)
C170: 2 * B169 * C169 + y(C)
B170: B169^(2) - C169^(2) + x(C)
C171: 2 * B170 * C170 + y(C)
B171: B170^(2) - C170^(2) + x(C)
C172: 2 * B171 * C171 + y(C)
B172: B171^(2) - C171^(2) + x(C)
C173: 2 * B172 * C172 + y(C)
B173: B172^(2) - C172^(2) + x(C)
C174: 2 * B173 * C173 + y(C)
B174: B173^(2) - C173^(2) + x(C)
C175: 2 * B174 * C174 + y(C)
B175: B174^(2) - C174^(2) + x(C)
C176: 2 * B175 * C175 + y(C)
B176: B175^(2) - C175^(2) + x(C)
C177: 2 * B176 * C176 + y(C)
B177: B176^(2) - C176^(2) + x(C)
C178: 2 * B177 * C177 + y(C)
B178: B177^(2) - C177^(2) + x(C)
C179: 2 * B178 * C178 + y(C)
B179: B178^(2) - C178^(2) + x(C)
C180: 2 * B179 * C179 + y(C)
B180: B179^(2) - C179^(2) + x(C)
C181: 2 * B180 * C180 + y(C)
B181: B180^(2) - C180^(2) + x(C)
C182: 2 * B181 * C181 + y(C)
B182: B181^(2) - C181^(2) + x(C)
C183: 2 * B182 * C182 + y(C)
B183: B182^(2) - C182^(2) + x(C)
C184: 2 * B183 * C183 + y(C)
B184: B183^(2) - C183^(2) + x(C)
C185: 2 * B184 * C184 + y(C)
B185: B184^(2) - C184^(2) + x(C)
C186: 2 * B185 * C185 + y(C)
B186: B185^(2) - C185^(2) + x(C)
C187: 2 * B186 * C186 + y(C)
B187: B186^(2) - C186^(2) + x(C)
C188: 2 * B187 * C187 + y(C)
B188: B187^(2) - C187^(2) + x(C)
C189: 2 * B188 * C188 + y(C)
B189: B188^(2) - C188^(2) + x(C)
C190: 2 * B189 * C189 + y(C)
B190: B189^(2) - C189^(2) + x(C)
C191: 2 * B190 * C190 + y(C)
B191: B190^(2) - C190^(2) + x(C)
C192: 2 * B191 * C191 + y(C)
B192: B191^(2) - C191^(2) + x(C)
C193: 2 * B192 * C192 + y(C)
B193: B192^(2) - C192^(2) + x(C)
C194: 2 * B193 * C193 + y(C)
B194: B193^(2) - C193^(2) + x(C)
C195: 2 * B194 * C194 + y(C)
B195: B194^(2) - C194^(2) + x(C)
C196: 2 * B195 * C195 + y(C)
B196: B195^(2) - C195^(2) + x(C)
C197: 2 * B196 * C196 + y(C)
B197: B196^(2) - C196^(2) + x(C)
C198: 2 * B197 * C197 + y(C)
B198: B197^(2) - C197^(2) + x(C)
C199: 2 * B198 * C198 + y(C)
B199: B198^(2) - C198^(2) + x(C)
C200: 2 * B199 * C199 + y(C)
B200: B199^(2) - C199^(2) + x(C)
C201: 2 * B200 * C200 + y(C)
B201: B200^(2) - C200^(2) + x(C)
C202: 2 * B201 * C201 + y(C)
B202: B201^(2) - C201^(2) + x(C)
C203: 2 * B202 * C202 + y(C)
B203: B202^(2) - C202^(2) + x(C)
C204: 2 * B203 * C203 + y(C)
B204: B203^(2) - C203^(2) + x(C)
C205: 2 * B204 * C204 + y(C)
B205: B204^(2) - C204^(2) + x(C)
C206: 2 * B205 * C205 + y(C)
B206: B205^(2) - C205^(2) + x(C)
C207: 2 * B206 * C206 + y(C)
B207: B206^(2) - C206^(2) + x(C)
C208: 2 * B207 * C207 + y(C)
B208: B207^(2) - C207^(2) + x(C)
C209: 2 * B208 * C208 + y(C)
B209: B208^(2) - C208^(2) + x(C)
C210: 2 * B209 * C209 + y(C)
B210: B209^(2) - C209^(2) + x(C)
C211: 2 * B210 * C210 + y(C)
B211: B210^(2) - C210^(2) + x(C)
C212: 2 * B211 * C211 + y(C)
B212: B211^(2) - C211^(2) + x(C)
C213: 2 * B212 * C212 + y(C)
B213: B212^(2) - C212^(2) + x(C)
C214: 2 * B213 * C213 + y(C)
B214: B213^(2) - C213^(2) + x(C)
C215: 2 * B214 * C214 + y(C)
B215: B214^(2) - C214^(2) + x(C)
C216: 2 * B215 * C215 + y(C)
B216: B215^(2) - C215^(2) + x(C)
C217: 2 * B216 * C216 + y(C)
B217: B216^(2) - C216^(2) + x(C)
C218: 2 * B217 * C217 + y(C)
B218: B217^(2) - C217^(2) + x(C)
C219: 2 * B218 * C218 + y(C)
B219: B218^(2) - C218^(2) + x(C)
C220: 2 * B219 * C219 + y(C)
B220: B219^(2) - C219^(2) + x(C)
C221: 2 * B220 * C220 + y(C)
B221: B220^(2) - C220^(2) + x(C)
C222: 2 * B221 * C221 + y(C)
B222: B221^(2) - C221^(2) + x(C)
C223: 2 * B222 * C222 + y(C)
B223: B222^(2) - C222^(2) + x(C)
C224: 2 * B223 * C223 + y(C)
B224: B223^(2) - C223^(2) + x(C)
C225: 2 * B224 * C224 + y(C)
B225: B224^(2) - C224^(2) + x(C)
C226: 2 * B225 * C225 + y(C)
B226: B225^(2) - C225^(2) + x(C)
C227: 2 * B226 * C226 + y(C)
B227: B226^(2) - C226^(2) + x(C)
C228: 2 * B227 * C227 + y(C)
B228: B227^(2) - C227^(2) + x(C)
C229: 2 * B228 * C228 + y(C)
B229: B228^(2) - C228^(2) + x(C)
C230: 2 * B229 * C229 + y(C)
B230: B229^(2) - C229^(2) + x(C)
C231: 2 * B230 * C230 + y(C)
B231: B230^(2) - C230^(2) + x(C)
C232: 2 * B231 * C231 + y(C)
B232: B231^(2) - C231^(2) + x(C)
C233: 2 * B232 * C232 + y(C)
B233: B232^(2) - C232^(2) + x(C)
C234: 2 * B233 * C233 + y(C)
B234: B233^(2) - C233^(2) + x(C)
C235: 2 * B234 * C234 + y(C)
B235: B234^(2) - C234^(2) + x(C)
C236: 2 * B235 * C235 + y(C)
B236: B235^(2) - C235^(2) + x(C)
C237: 2 * B236 * C236 + y(C)
B237: B236^(2) - C236^(2) + x(C)
C238: 2 * B237 * C237 + y(C)
B238: B237^(2) - C237^(2) + x(C)
C239: 2 * B238 * C238 + y(C)
B239: B238^(2) - C238^(2) + x(C)
C240: 2 * B239 * C239 + y(C)
B240: B239^(2) - C239^(2) + x(C)
C241: 2 * B240 * C240 + y(C)
B241: B240^(2) - C240^(2) + x(C)
C242: 2 * B241 * C241 + y(C)
B242: B241^(2) - C241^(2) + x(C)
C243: 2 * B242 * C242 + y(C)
B243: B242^(2) - C242^(2) + x(C)
C244: 2 * B243 * C243 + y(C)
B244: B243^(2) - C243^(2) + x(C)
C245: 2 * B244 * C244 + y(C)
B245: B244^(2) - C244^(2) + x(C)
C246: 2 * B245 * C245 + y(C)
B246: B245^(2) - C245^(2) + x(C)
C247: 2 * B246 * C246 + y(C)
B247: B246^(2) - C246^(2) + x(C)
C248: 2 * B247 * C247 + y(C)
B248: B247^(2) - C247^(2) + x(C)
C249: 2 * B248 * C248 + y(C)
B249: B248^(2) - C248^(2) + x(C)
C250: 2 * B249 * C249 + y(C)
B250: B249^(2) - C249^(2) + x(C)
C251: 2 * B250 * C250 + y(C)
B251: B250^(2) - C250^(2) + x(C)
C252: 2 * B251 * C251 + y(C)
B252: B251^(2) - C251^(2) + x(C)
C253: 2 * B252 * C252 + y(C)
B253: B252^(2) - C252^(2) + x(C)
C254: 2 * B253 * C253 + y(C)
B254: B253^(2) - C253^(2) + x(C)
C255: 2 * B254 * C254 + y(C)
B255: B254^(2) - C254^(2) + x(C)
C256: 2 * B255 * C255 + y(C)
B256: B255^(2) - C255^(2) + x(C)
C257: 2 * B256 * C256 + y(C)
B257: B256^(2) - C256^(2) + x(C)
C258: 2 * B257 * C257 + y(C)
B258: B257^(2) - C257^(2) + x(C)
C259: 2 * B258 * C258 + y(C)
B259: B258^(2) - C258^(2) + x(C)
C260: 2 * B259 * C259 + y(C)
B260: B259^(2) - C259^(2) + x(C)
C261: 2 * B260 * C260 + y(C)
B261: B260^(2) - C260^(2) + x(C)
C262: 2 * B261 * C261 + y(C)
B262: B261^(2) - C261^(2) + x(C)
C263: 2 * B262 * C262 + y(C)
B263: B262^(2) - C262^(2) + x(C)
C264: 2 * B263 * C263 + y(C)
B264: B263^(2) - C263^(2) + x(C)
C265: 2 * B264 * C264 + y(C)
B265: B264^(2) - C264^(2) + x(C)
C266: 2 * B265 * C265 + y(C)
B266: B265^(2) - C265^(2) + x(C)
C267: 2 * B266 * C266 + y(C)
B267: B266^(2) - C266^(2) + x(C)
C268: 2 * B267 * C267 + y(C)
B268: B267^(2) - C267^(2) + x(C)
C269: 2 * B268 * C268 + y(C)
B269: B268^(2) - C268^(2) + x(C)
C270: 2 * B269 * C269 + y(C)
B270: B269^(2) - C269^(2) + x(C)
C271: 2 * B270 * C270 + y(C)
B271: B270^(2) - C270^(2) + x(C)
C272: 2 * B271 * C271 + y(C)
B272: B271^(2) - C271^(2) + x(C)
C273: 2 * B272 * C272 + y(C)
B273: B272^(2) - C272^(2) + x(C)
C274: 2 * B273 * C273 + y(C)
B274: B273^(2) - C273^(2) + x(C)
C275: 2 * B274 * C274 + y(C)
B275: B274^(2) - C274^(2) + x(C)
C276: 2 * B275 * C275 + y(C)
B276: B275^(2) - C275^(2) + x(C)
C277: 2 * B276 * C276 + y(C)
B277: B276^(2) - C276^(2) + x(C)
C278: 2 * B277 * C277 + y(C)
B278: B277^(2) - C277^(2) + x(C)
C279: 2 * B278 * C278 + y(C)
B279: B278^(2) - C278^(2) + x(C)
C280: 2 * B279 * C279 + y(C)
B280: B279^(2) - C279^(2) + x(C)
C281: 2 * B280 * C280 + y(C)
B281: B280^(2) - C280^(2) + x(C)
C282: 2 * B281 * C281 + y(C)
B282: B281^(2) - C281^(2) + x(C)
C283: 2 * B282 * C282 + y(C)
B283: B282^(2) - C282^(2) + x(C)
C284: 2 * B283 * C283 + y(C)
B284: B283^(2) - C283^(2) + x(C)
C285: 2 * B284 * C284 + y(C)
B285: B284^(2) - C284^(2) + x(C)
C286: 2 * B285 * C285 + y(C)
B286: B285^(2) - C285^(2) + x(C)
C287: 2 * B286 * C286 + y(C)
B287: B286^(2) - C286^(2) + x(C)
C288: 2 * B287 * C287 + y(C)
B288: B287^(2) - C287^(2) + x(C)
C289: 2 * B288 * C288 + y(C)
B289: B288^(2) - C288^(2) + x(C)
C290: 2 * B289 * C289 + y(C)
B290: B289^(2) - C289^(2) + x(C)
C291: 2 * B290 * C290 + y(C)
B291: B290^(2) - C290^(2) + x(C)
C292: 2 * B291 * C291 + y(C)
B292: B291^(2) - C291^(2) + x(C)
C293: 2 * B292 * C292 + y(C)
B293: B292^(2) - C292^(2) + x(C)
C294: 2 * B293 * C293 + y(C)
B294: B293^(2) - C293^(2) + x(C)
C295: 2 * B294 * C294 + y(C)
B295: B294^(2) - C294^(2) + x(C)
C296: 2 * B295 * C295 + y(C)
B296: B295^(2) - C295^(2) + x(C)
C297: 2 * B296 * C296 + y(C)
B297: B296^(2) - C296^(2) + x(C)
C298: 2 * B297 * C297 + y(C)
B298: B297^(2) - C297^(2) + x(C)
C299: 2 * B298 * C298 + y(C)
B299: B298^(2) - C298^(2) + x(C)
C300: 2 * B299 * C299 + y(C)
B300: B299^(2) - C299^(2) + x(C)
C301: 2 * B300 * C300 + y(C)
B301: B300^(2) - C300^(2) + x(C)
C302: 2 * B301 * C301 + y(C)
B302: B301^(2) - C301^(2) + x(C)
C303: 2 * B302 * C302 + y(C)
B303: B302^(2) - C302^(2) + x(C)
C304: 2 * B303 * C303 + y(C)
B304: B303^(2) - C303^(2) + x(C)
C305: 2 * B304 * C304 + y(C)
B305: B304^(2) - C304^(2) + x(C)
C306: 2 * B305 * C305 + y(C)
B306: B305^(2) - C305^(2) + x(C)
C307: 2 * B306 * C306 + y(C)
B307: B306^(2) - C306^(2) + x(C)
C308: 2 * B307 * C307 + y(C)
B308: B307^(2) - C307^(2) + x(C)
C309: 2 * B308 * C308 + y(C)
B309: B308^(2) - C308^(2) + x(C)
C310: 2 * B309 * C309 + y(C)
B310: B309^(2) - C309^(2) + x(C)
C311: 2 * B310 * C310 + y(C)
B311: B310^(2) - C310^(2) + x(C)
C312: 2 * B311 * C311 + y(C)
B312: B311^(2) - C311^(2) + x(C)
C313: 2 * B312 * C312 + y(C)
B313: B312^(2) - C312^(2) + x(C)
C314: 2 * B313 * C313 + y(C)
B314: B313^(2) - C313^(2) + x(C)
C315: 2 * B314 * C314 + y(C)
B315: B314^(2) - C314^(2) + x(C)
C316: 2 * B315 * C315 + y(C)
B316: B315^(2) - C315^(2) + x(C)
C317: 2 * B316 * C316 + y(C)
B317: B316^(2) - C316^(2) + x(C)
C318: 2 * B317 * C317 + y(C)
B318: B317^(2) - C317^(2) + x(C)
C319: 2 * B318 * C318 + y(C)
B319: B318^(2) - C318^(2) + x(C)
C320: 2 * B319 * C319 + y(C)
B320: B319^(2) - C319^(2) + x(C)
C321: 2 * B320 * C320 + y(C)
B321: B320^(2) - C320^(2) + x(C)
C322: 2 * B321 * C321 + y(C)
B322: B321^(2) - C321^(2) + x(C)
C323: 2 * B322 * C322 + y(C)
B323: B322^(2) - C322^(2) + x(C)
C324: 2 * B323 * C323 + y(C)
B324: B323^(2) - C323^(2) + x(C)
C325: 2 * B324 * C324 + y(C)
B325: B324^(2) - C324^(2) + x(C)
C326: 2 * B325 * C325 + y(C)
B326: B325^(2) - C325^(2) + x(C)
C327: 2 * B326 * C326 + y(C)
B327: B326^(2) - C326^(2) + x(C)
C328: 2 * B327 * C327 + y(C)
B328: B327^(2) - C327^(2) + x(C)
C329: 2 * B328 * C328 + y(C)
B329: B328^(2) - C328^(2) + x(C)
C330: 2 * B329 * C329 + y(C)
B330: B329^(2) - C329^(2) + x(C)
C331: 2 * B330 * C330 + y(C)
B331: B330^(2) - C330^(2) + x(C)
C332: 2 * B331 * C331 + y(C)
B332: B331^(2) - C331^(2) + x(C)
C333: 2 * B332 * C332 + y(C)
B333: B332^(2) - C332^(2) + x(C)
C334: 2 * B333 * C333 + y(C)
B334: B333^(2) - C333^(2) + x(C)
C335: 2 * B334 * C334 + y(C)
B335: B334^(2) - C334^(2) + x(C)
C336: 2 * B335 * C335 + y(C)
B336: B335^(2) - C335^(2) + x(C)
C337: 2 * B336 * C336 + y(C)
B337: B336^(2) - C336^(2) + x(C)
C338: 2 * B337 * C337 + y(C)
B338: B337^(2) - C337^(2) + x(C)
C339: 2 * B338 * C338 + y(C)
B339: B338^(2) - C338^(2) + x(C)
C340: 2 * B339 * C339 + y(C)
B340: B339^(2) - C339^(2) + x(C)
C341: 2 * B340 * C340 + y(C)
B341: B340^(2) - C340^(2) + x(C)
C342: 2 * B341 * C341 + y(C)
B342: B341^(2) - C341^(2) + x(C)
C343: 2 * B342 * C342 + y(C)
B343: B342^(2) - C342^(2) + x(C)
C344: 2 * B343 * C343 + y(C)
B344: B343^(2) - C343^(2) + x(C)
C345: 2 * B344 * C344 + y(C)
B345: B344^(2) - C344^(2) + x(C)
C346: 2 * B345 * C345 + y(C)
B346: B345^(2) - C345^(2) + x(C)
C347: 2 * B346 * C346 + y(C)
B347: B346^(2) - C346^(2) + x(C)
C348: 2 * B347 * C347 + y(C)
B348: B347^(2) - C347^(2) + x(C)
C349: 2 * B348 * C348 + y(C)
B349: B348^(2) - C348^(2) + x(C)
C350: 2 * B349 * C349 + y(C)
B350: B349^(2) - C349^(2) + x(C)
C351: 2 * B350 * C350 + y(C)
B351: B350^(2) - C350^(2) + x(C)
C352: 2 * B351 * C351 + y(C)
B352: B351^(2) - C351^(2) + x(C)
C353: 2 * B352 * C352 + y(C)
B353: B352^(2) - C352^(2) + x(C)
C354: 2 * B353 * C353 + y(C)
B354: B353^(2) - C353^(2) + x(C)
C355: 2 * B354 * C354 + y(C)
B355: B354^(2) - C354^(2) + x(C)
C356: 2 * B355 * C355 + y(C)
B356: B355^(2) - C355^(2) + x(C)
C357: 2 * B356 * C356 + y(C)
B357: B356^(2) - C356^(2) + x(C)
C358: 2 * B357 * C357 + y(C)
B358: B357^(2) - C357^(2) + x(C)
C359: 2 * B358 * C358 + y(C)
B359: B358^(2) - C358^(2) + x(C)
C360: 2 * B359 * C359 + y(C)
B360: B359^(2) - C359^(2) + x(C)
C361: 2 * B360 * C360 + y(C)
B361: B360^(2) - C360^(2) + x(C)
C362: 2 * B361 * C361 + y(C)
B362: B361^(2) - C361^(2) + x(C)
C363: 2 * B362 * C362 + y(C)
B363: B362^(2) - C362^(2) + x(C)
C364: 2 * B363 * C363 + y(C)
B364: B363^(2) - C363^(2) + x(C)
C365: 2 * B364 * C364 + y(C)
B365: B364^(2) - C364^(2) + x(C)
C366: 2 * B365 * C365 + y(C)
B366: B365^(2) - C365^(2) + x(C)
C367: 2 * B366 * C366 + y(C)
B367: B366^(2) - C366^(2) + x(C)
C368: 2 * B367 * C367 + y(C)
B368: B367^(2) - C367^(2) + x(C)
C369: 2 * B368 * C368 + y(C)
B369: B368^(2) - C368^(2) + x(C)
C370: 2 * B369 * C369 + y(C)
B370: B369^(2) - C369^(2) + x(C)
C371: 2 * B370 * C370 + y(C)
B371: B370^(2) - C370^(2) + x(C)
C372: 2 * B371 * C371 + y(C)
B372: B371^(2) - C371^(2) + x(C)
C373: 2 * B372 * C372 + y(C)
B373: B372^(2) - C372^(2) + x(C)
C374: 2 * B373 * C373 + y(C)
B374: B373^(2) - C373^(2) + x(C)
C375: 2 * B374 * C374 + y(C)
B375: B374^(2) - C374^(2) + x(C)
C376: 2 * B375 * C375 + y(C)
B376: B375^(2) - C375^(2) + x(C)
C377: 2 * B376 * C376 + y(C)
B377: B376^(2) - C376^(2) + x(C)
C378: 2 * B377 * C377 + y(C)
B378: B377^(2) - C377^(2) + x(C)
C379: 2 * B378 * C378 + y(C)
B379: B378^(2) - C378^(2) + x(C)
C380: 2 * B379 * C379 + y(C)
B380: B379^(2) - C379^(2) + x(C)
C381: 2 * B380 * C380 + y(C)
B381: B380^(2) - C380^(2) + x(C)
C382: 2 * B381 * C381 + y(C)
B382: B381^(2) - C381^(2) + x(C)
C383: 2 * B382 * C382 + y(C)
B383: B382^(2) - C382^(2) + x(C)
C384: 2 * B383 * C383 + y(C)
B384: B383^(2) - C383^(2) + x(C)
C385: 2 * B384 * C384 + y(C)
B385: B384^(2) - C384^(2) + x(C)
C386: 2 * B385 * C385 + y(C)
B386: B385^(2) - C385^(2) + x(C)
C387: 2 * B386 * C386 + y(C)
B387: B386^(2) - C386^(2) + x(C)
C388: 2 * B387 * C387 + y(C)
B388: B387^(2) - C387^(2) + x(C)
C389: 2 * B388 * C388 + y(C)
B389: B388^(2) - C388^(2) + x(C)
C390: 2 * B389 * C389 + y(C)
B390: B389^(2) - C389^(2) + x(C)
C391: 2 * B390 * C390 + y(C)
B391: B390^(2) - C390^(2) + x(C)
C392: 2 * B391 * C391 + y(C)
B392: B391^(2) - C391^(2) + x(C)
C393: 2 * B392 * C392 + y(C)
B393: B392^(2) - C392^(2) + x(C)
C394: 2 * B393 * C393 + y(C)
B394: B393^(2) - C393^(2) + x(C)
C395: 2 * B394 * C394 + y(C)
B395: B394^(2) - C394^(2) + x(C)
C396: 2 * B395 * C395 + y(C)
B396: B395^(2) - C395^(2) + x(C)
C397: 2 * B396 * C396 + y(C)
B397: B396^(2) - C396^(2) + x(C)
C398: 2 * B397 * C397 + y(C)
B398: B397^(2) - C397^(2) + x(C)
C399: 2 * B398 * C398 + y(C)
B399: B398^(2) - C398^(2) + x(C)
C400: 2 * B399 * C399 + y(C)
B400: B399^(2) - C399^(2) + x(C)
A1: B1 + C1 * ί
zE1 = (-2.208500455754343, -1.303101075977962)
A2: B2 + C2 * ί
A3: B3 + C3 * ί
A4: B4 + C4 * ί
A5: B5 + C5 * ί
A6: B6 + C6 * ί
A7: B7 + C7 * ί
A8: B8 + C8 * ί
A9: B9 + C9 * ί
A10: B10 + C10 * ί
A11: B11 + C11 * ί
A12: B12 + C12 * ί
A13: B13 + C13 * ί
A14: B14 + C14 * ί
A15: B15 + C15 * ί
A16: B16 + C16 * ί
A17: B17 + C17 * ί
A18: B18 + C18 * ί
A19: B19 + C19 * ί
A20: B20 + C20 * ί
A21: B21 + C21 * ί
A22: B22 + C22 * ί
A23: B23 + C23 * ί
A24: B24 + C24 * ί
A25: B25 + C25 * ί
A26: B26 + C26 * ί
A27: B27 + C27 * ί
A28: B28 + C28 * ί
A29: B29 + C29 * ί
A30: B30 + C30 * ί
A31: B31 + C31 * ί
A32: B32 + C32 * ί
A33: B33 + C33 * ί
A34: B34 + C34 * ί
A35: B35 + C35 * ί
A36: B36 + C36 * ί
A37: B37 + C37 * ί
A38: B38 + C38 * ί
A39: B39 + C39 * ί
A40: B40 + C40 * ί
A41: B41 + C41 * ί
A42: B42 + C42 * ί
A43: B43 + C43 * ί
A44: B44 + C44 * ί
A45: B45 + C45 * ί
A46: B46 + C46 * ί
A47: B47 + C47 * ί
A48: B48 + C48 * ί
A49: B49 + C49 * ί
A50: B50 + C50 * ί
A51: B51 + C51 * ί
A52: B52 + C52 * ί
A53: B53 + C53 * ί
A54: B54 + C54 * ί
A55: B55 + C55 * ί
A56: B56 + C56 * ί
A57: B57 + C57 * ί
A58: B58 + C58 * ί
A59: B59 + C59 * ί
A60: B60 + C60 * ί
A61: B61 + C61 * ί
A62: B62 + C62 * ί
A63: B63 + C63 * ί
A64: B64 + C64 * ί
A65: B65 + C65 * ί
A66: B66 + C66 * ί
A67: B67 + C67 * ί
A68: B68 + C68 * ί
A69: B69 + C69 * ί
A70: B70 + C70 * ί
A71: B71 + C71 * ί
A72: B72 + C72 * ί
A73: B73 + C73 * ί
A74: B74 + C74 * ί
A75: B75 + C75 * ί
A76: B76 + C76 * ί
A77: B77 + C77 * ί
A78: B78 + C78 * ί
A79: B79 + C79 * ί
A80: B80 + C80 * ί
A81: B81 + C81 * ί
A82: B82 + C82 * ί
A83: B83 + C83 * ί
A84: B84 + C84 * ί
A85: B85 + C85 * ί
A86: B86 + C86 * ί
A87: B87 + C87 * ί
A88: B88 + C88 * ί
A89: B89 + C89 * ί
A90: B90 + C90 * ί
A91: B91 + C91 * ί
A92: B92 + C92 * ί
A93: B93 + C93 * ί
A94: B94 + C94 * ί
A95: B95 + C95 * ί
A96: B96 + C96 * ί
A97: B97 + C97 * ί
A98: B98 + C98 * ί
A99: B99 + C99 * ί
A100: B100 + C100 * ί
A101: B101 + C101 * ί
A102: B102 + C102 * ί
A103: B103 + C103 * ί
A104: B104 + C104 * ί
A105: B105 + C105 * ί
A106: B106 + C106 * ί
A107: B107 + C107 * ί
A108: B108 + C108 * ί
A109: B109 + C109 * ί
A110: B110 + C110 * ί
A111: B111 + C111 * ί
A112: B112 + C112 * ί
A113: B113 + C113 * ί
A114: B114 + C114 * ί
A115: B115 + C115 * ί
A116: B116 + C116 * ί
A117: B117 + C117 * ί
A118: B118 + C118 * ί
A119: B119 + C119 * ί
A120: B120 + C120 * ί
A121: B121 + C121 * ί
A122: B122 + C122 * ί
A123: B123 + C123 * ί
A124: B124 + C124 * ί
A125: B125 + C125 * ί
A126: B126 + C126 * ί
A127: B127 + C127 * ί
A128: B128 + C128 * ί
A129: B129 + C129 * ί
A130: B130 + C130 * ί
A131: B131 + C131 * ί
A132: B132 + C132 * ί
A133: B133 + C133 * ί
A134: B134 + C134 * ί
A135: B135 + C135 * ί
A136: B136 + C136 * ί
A137: B137 + C137 * ί
A138: B138 + C138 * ί
A139: B139 + C139 * ί
A140: B140 + C140 * ί
A141: B141 + C141 * ί
A142: B142 + C142 * ί
A143: B143 + C143 * ί
A144: B144 + C144 * ί
A145: B145 + C145 * ί
A146: B146 + C146 * ί
A147: B147 + C147 * ί
A148: B148 + C148 * ί
A149: B149 + C149 * ί
A150: B150 + C150 * ί
A151: B151 + C151 * ί
A152: B152 + C152 * ί
A153: B153 + C153 * ί
A154: B154 + C154 * ί
A155: B155 + C155 * ί
A156: B156 + C156 * ί
A157: B157 + C157 * ί
A158: B158 + C158 * ί
A159: B159 + C159 * ί
A160: B160 + C160 * ί
A161: B161 + C161 * ί
A162: B162 + C162 * ί
A163: B163 + C163 * ί
A164: B164 + C164 * ί
A165: B165 + C165 * ί
A166: B166 + C166 * ί
A167: B167 + C167 * ί
A168: B168 + C168 * ί
A169: B169 + C169 * ί
A170: B170 + C170 * ί
A171: B171 + C171 * ί
A172: B172 + C172 * ί
A173: B173 + C173 * ί
A174: B174 + C174 * ί
A175: B175 + C175 * ί
A176: B176 + C176 * ί
A177: B177 + C177 * ί
A178: B178 + C178 * ί
A179: B179 + C179 * ί
A180: B180 + C180 * ί
A181: B181 + C181 * ί
A182: B182 + C182 * ί
A183: B183 + C183 * ί
A184: B184 + C184 * ί
A185: B185 + C185 * ί
A186: B186 + C186 * ί
A187: B187 + C187 * ί
A188: B188 + C188 * ί
A189: B189 + C189 * ί
A190: B190 + C190 * ί
A191: B191 + C191 * ί
A192: B192 + C192 * ί
A193: B193 + C193 * ί
A194: B194 + C194 * ί
A195: B195 + C195 * ί
A196: B196 + C196 * ί
A197: B197 + C197 * ί
A198: B198 + C198 * ί
A199: B199 + C199 * ί
A200: B200 + C200 * ί
A201: B201 + C201 * ί
A202: B202 + C202 * ί
A203: B203 + C203 * ί
A204: B204 + C204 * ί
A205: B205 + C205 * ί
A206: B206 + C206 * ί
A207: B207 + C207 * ί
A208: B208 + C208 * ί
A209: B209 + C209 * ί
A210: B210 + C210 * ί
A211: B211 + C211 * ί
A212: B212 + C212 * ί
A213: B213 + C213 * ί
A214: B214 + C214 * ί
A215: B215 + C215 * ί
A216: B216 + C216 * ί
A217: B217 + C217 * ί
A218: B218 + C218 * ί
A219: B219 + C219 * ί
A220: B220 + C220 * ί
A221: B221 + C221 * ί
A222: B222 + C222 * ί
A223: B223 + C223 * ί
A224: B224 + C224 * ί
A225: B225 + C225 * ί
A226: B226 + C226 * ί
A227: B227 + C227 * ί
A228: B228 + C228 * ί
A229: B229 + C229 * ί
A230: B230 + C230 * ί
A231: B231 + C231 * ί
A232: B232 + C232 * ί
A233: B233 + C233 * ί
A234: B234 + C234 * ί
A235: B235 + C235 * ί
A236: B236 + C236 * ί
A237: B237 + C237 * ί
A238: B238 + C238 * ί
A239: B239 + C239 * ί
A240: B240 + C240 * ί
A241: B241 + C241 * ί
A242: B242 + C242 * ί
A243: B243 + C243 * ί
A244: B244 + C244 * ί
A245: B245 + C245 * ί
A246: B246 + C246 * ί
A247: B247 + C247 * ί
A248: B248 + C248 * ί
A249: B249 + C249 * ί
A250: B250 + C250 * ί
A251: B251 + C251 * ί
A252: B252 + C252 * ί
A253: B253 + C253 * ί
A254: B254 + C254 * ί
A255: B255 + C255 * ί
A256: B256 + C256 * ί
A257: B257 + C257 * ί
A258: B258 + C258 * ί
A259: B259 + C259 * ί
A260: B260 + C260 * ί
A261: B261 + C261 * ί
A262: B262 + C262 * ί
A263: B263 + C263 * ί
A264: B264 + C264 * ί
A265: B265 + C265 * ί
A266: B266 + C266 * ί
A267: B267 + C267 * ί
A268: B268 + C268 * ί
A269: B269 + C269 * ί
A270: B270 + C270 * ί
A271: B271 + C271 * ί
A272: B272 + C272 * ί
A273: B273 + C273 * ί
A274: B274 + C274 * ί
A275: B275 + C275 * ί
A276: B276 + C276 * ί
A277: B277 + C277 * ί
A278: B278 + C278 * ί
A279: B279 + C279 * ί
A280: B280 + C280 * ί
A281: B281 + C281 * ί
A282: B282 + C282 * ί
A283: B283 + C283 * ί
A284: B284 + C284 * ί
A285: B285 + C285 * ί
A286: B286 + C286 * ί
A287: B287 + C287 * ί
A288: B288 + C288 * ί
A289: B289 + C289 * ί
A290: B290 + C290 * ί
A291: B291 + C291 * ί
A292: B292 + C292 * ί
A293: B293 + C293 * ί
A294: B294 + C294 * ί
A295: B295 + C295 * ί
A296: B296 + C296 * ί
A297: B297 + C297 * ί
A298: B298 + C298 * ί
A299: B299 + C299 * ί
A300: B300 + C300 * ί
A301: B301 + C301 * ί
A302: B302 + C302 * ί
A303: B303 + C303 * ί
A304: B304 + C304 * ί
A305: B305 + C305 * ί
A306: B306 + C306 * ί
A307: B307 + C307 * ί
A308: B308 + C308 * ί
A309: B309 + C309 * ί
A310: B310 + C310 * ί
A311: B311 + C311 * ί
A312: B312 + C312 * ί
A313: B313 + C313 * ί
A314: B314 + C314 * ί
A315: B315 + C315 * ί
A316: B316 + C316 * ί
A317: B317 + C317 * ί
A318: B318 + C318 * ί
A319: B319 + C319 * ί
A320: B320 + C320 * ί
A321: B321 + C321 * ί
A322: B322 + C322 * ί
A323: B323 + C323 * ί
A324: B324 + C324 * ί
A325: B325 + C325 * ί
A326: B326 + C326 * ί
A327: B327 + C327 * ί
A328: B328 + C328 * ί
A329: B329 + C329 * ί
A330: B330 + C330 * ί
A331: B331 + C331 * ί
A332: B332 + C332 * ί
A333: B333 + C333 * ί
A334: B334 + C334 * ί
A335: B335 + C335 * ί
A336: B336 + C336 * ί
A337: B337 + C337 * ί
A338: B338 + C338 * ί
A339: B339 + C339 * ί
A340: B340 + C340 * ί
A341: B341 + C341 * ί
A342: B342 + C342 * ί
A343: B343 + C343 * ί
A344: B344 + C344 * ί
A345: B345 + C345 * ί
A346: B346 + C346 * ί
A347: B347 + C347 * ί
A348: B348 + C348 * ί
A349: B349 + C349 * ί
A350: B350 + C350 * ί
A351: B351 + C351 * ί
A352: B352 + C352 * ί
A353: B353 + C353 * ί
A354: B354 + C354 * ί
A355: B355 + C355 * ί
A356: B356 + C356 * ί
A357: B357 + C357 * ί
A358: B358 + C358 * ί
A359: B359 + C359 * ί
A360: B360 + C360 * ί
A361: B361 + C361 * ί
A362: B362 + C362 * ί
A363: B363 + C363 * ί
A364: B364 + C364 * ί
A365: B365 + C365 * ί
A366: B366 + C366 * ί
A367: B367 + C367 * ί
A368: B368 + C368 * ί
A369: B369 + C369 * ί
A370: B370 + C370 * ί
A371: B371 + C371 * ί
A372: B372 + C372 * ί
A373: B373 + C373 * ί
A374: B374 + C374 * ί
A375: B375 + C375 * ί
A376: B376 + C376 * ί
A377: B377 + C377 * ί
A378: B378 + C378 * ί
A379: B379 + C379 * ί
A380: B380 + C380 * ί
A381: B381 + C381 * ί
A382: B382 + C382 * ί
A383: B383 + C383 * ί
A384: B384 + C384 * ί
A385: B385 + C385 * ί
A386: B386 + C386 * ί
A387: B387 + C387 * ί
A388: B388 + C388 * ί
A389: B389 + C389 * ί
A390: B390 + C390 * ί
A391: B391 + C391 * ί
A392: B392 + C392 * ί
A393: B393 + C393 * ί
A394: B394 + C394 * ί
A395: B395 + C395 * ί
A396: B396 + C396 * ί
A397: B397 + C397 * ί
A398: B398 + C398 * ί
A399: B399 + C399 * ί
A400: B400 + C400 * ί
zE2: (0.69951569874816, y(zE1))
iteraciones: A2:A400
verLimite = false
verIteraciones = true
verTrazado = true
mod: abs(A400)
opacidad = 0.9 (slider from 0 to 1, step 0.01)
texto2: "" + (100 * opacidad) + " %"
v = 4 (slider from 1 to 9, step 1)
vv: 2^(v - 9)
nada = 0.7 (slider from 0 to 1, step 0.1)
test: (¬Defined[mod]) ∨ (mod > 2)
texto6: "v = " + v + ""
H1 = CircleSector((0, 0), I1, G1)
H2 = CircleSector((0, 0), I2, G2)
H3 = CircleSector((0, 0), I3, G3)
H4 = CircleSector((0, 0), I4, G4)
H5 = CircleSector((0, 0), I5, G5)
H6 = CircleSector((0, 0), I6, G6)
H7 = CircleSector((0, 0), I7, G7)
H8 = CircleSector((0, 0), I8, G8)
H9 = CircleSector((0, 0), I9, G9)
H10 = CircleSector((0, 0), I10, G10)
E11: G10 + C
J1 = Vector(G1, E2)
J2 = Vector(G2, E3)
J3 = Vector(G3, E4)
J4 = Vector(G4, E5)
J5 = Vector(G5, E6)
J6 = Vector(G6, E7)
J7 = Vector(G7, E8)
J8 = Vector(G8, E9)
J9 = Vector(G9, E10)
J10 = Vector(G10, E11)
F1 = Segment(E1, I1)
F2 = Segment(E2, I2)
F3 = Segment(E3, I3)
F4 = Segment(E4, I4)
F5 = Segment(E5, I5)
F6 = Segment(E6, I6)
F7 = Segment(E7, I7)
F8 = Segment(E8, I8)
F9 = Segment(E9, I9)
F10 = Segment(E10, I10)
recorrido: {F1, H1, J1, F2, H2, J2, F3, H3, J3, F4, H4, J4, F5, H5, J5, F6, H6, J6, F7, H7, J7, F8, H8, J8, F9, H9, J9, F10, H10, J10}
CCC = Point(recorrido)
param = PathParameter(CCC)
animaPasos = false
K1 = Circle((0, 0), E1)
K2 = Circle((0, 0), E2)
K3 = Circle((0, 0), E3)
K4 = Circle((0, 0), E4)
K5 = Circle((0, 0), E5)
K6 = Circle((0, 0), E6)
K7 = Circle((0, 0), E7)
K8 = Circle((0, 0), E8)
K9 = Circle((0, 0), E9)
K10 = Circle((0, 0), E10)
L1 = Circle((0, 0), I1)
L2 = Circle((0, 0), I2)
L3 = Circle((0, 0), I3)
L4 = Circle((0, 0), I4)
L5 = Circle((0, 0), I5)
L6 = Circle((0, 0), I6)
L7 = Circle((0, 0), I7)
L8 = Circle((0, 0), I8)
L9 = Circle((0, 0), I9)
L10 = Circle((0, 0), I10)
u = Vector((0, 0), E1)
trazado = Sequence(Segment[Element[iteraciones, s], Element[iteraciones, s + 1]], s, 1, 398)
texto5: "C =( " + (LaTeX[floor(1000 * x(C)) / 1000]) + ", " + (LaTeX[floor(1000 * y(C)) / 1000]) + " )"
D400: A400